Mo0o
Lifer
The filament of a light bulb has a resistance of 12ohms at 20C and 140ohms when hot. Assume the filament is made of tungston and under goes thermal expansion.
Coefficient for resistivity change is .0045 , thermal expansion coefficient is 5e-6
b) In this temperature range what is the percentage change in resistance due to thermal expansion and what is the percentage change in resistance due soley to change in rho.
I've already determined the change in temperature (part a that I didn't write) to be 2401 degrees which means the final temperature is 2.42e3 C. So my question is, what do they mean by percentage change. What I did was simply calculate the final resistance if I was only factoring in thermal expansion or change in rho and divided those values by 12, my orignal resistasnce, to find the percentage change. But then there's also another way in which i divide the contributions of thermal and resistivity change by the total resistance change, 120. WHich method is correct?
Coefficient for resistivity change is .0045 , thermal expansion coefficient is 5e-6
b) In this temperature range what is the percentage change in resistance due to thermal expansion and what is the percentage change in resistance due soley to change in rho.
I've already determined the change in temperature (part a that I didn't write) to be 2401 degrees which means the final temperature is 2.42e3 C. So my question is, what do they mean by percentage change. What I did was simply calculate the final resistance if I was only factoring in thermal expansion or change in rho and divided those values by 12, my orignal resistasnce, to find the percentage change. But then there's also another way in which i divide the contributions of thermal and resistivity change by the total resistance change, 120. WHich method is correct?